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Table 3 Combined payoffs matrix

From: When honesty and cheating pay off: the evolution of honest and dishonest equilibria in a conventional signalling game

  

Opponent strength

   

Strong

  

Weak

 

Ego Strength

Attack

Cond. attack

Flee

Attack

Cond. attack

Flee

 

Attack

0.5 VC SS

0.5 VC SS

V-F A

V-C SW

V-C SW

V-F A

Strong

Cond. attack

0.5 VC SS -F P

0.5 VC SS

V

V-C SW -F P

V-C SW

V

 

Flee (S00)

- C SS

0

0.5 V C SS

- C SW

0

0.5 V

 

Flee (SS09)

- C SS  + F f

0

0.5 V C SS

- C SW  + F f

0

0.5 V

 

Flee (H13)

- C SS

0

0.5 V

- C SW

0

0.5 V

 

Attack

-C WS

-C WS

V-F A

0.5 VC WW

0.5 VC WW

V-F A

 

Cond. attack

-C WS -F P

-C WS

V

0.5 VC WW -F P

0.5 VC WW

V

Weak

Flee (S00)

- C WS

0

0.5 V

- C WW

0

0.5 V C WW

 

Flee (SS09)

- C WS  + F f

0

0.5 V

- C WW  + F f

0

0.5 V C WW

 

Flee (H13)

- C WS

0

0.5 V

- C WW

0

0.5 V

  1. Bold letters denote differences in pay-offs in the Flee choice: Flee(S00) Számadó [24], Flee(SS09) Szalai & Számadó [25], Flee(H13) Helgesen et al., [42]. V: value of the contested resource; C SS , C WW : expected cost of fight between equal opponents; C SW : cost for strong individual to beat weak one; C WS : cost to weak individual when beaten by strong one; F f : cost of fleeing; F A : cost of attacking fleeing opponent; F P : cost of waiting if the opponent attacks unconditionally